Institute of Mathematics of the Academy of Sciences of the Czech Republic

Grant IAA100190506 1.1.2005 - 31.12.2007

Bifurcation and dependence on parameters for variational inequalities with interpretation in natural sciences

Smoothness, direction and stability of bifurcating branches for variational inequalities on nonconvex sets, global bifurcation for reaction-diffusion systems with nonstandard conditions and smooth dependence on data for the Signorini problem were given.

Main investigators:

Kučera Milan

Participating institutions:

Institute of Mathematics AS CR